I'm sure if you've been making stereoviews that at some point you've heard about the 'stereo window', either cursing it yourself for the close tree branch crossing two edges or hearing someone else declaring a window violation and looking rather smug for spotting it. This guide is an introduction to this Stereo Window.
Category: Tutorials
How to Make Your Own iPhone Stereoscopic (3-D) Photos: Basic Tutorial.
You don’t need expensive cameras or software to make your own stereoscopic 3-D images. It’s relatively easy and there’s currently a real buzz on social media with people making their own stereoviews with smartphones and sharing them, especially on Instagram, so this tutorial will be keeping this in mind.
How to Make Anaglyph and Stereoscopic (3-D) Photos Using Photoshop
I'm aware that not everyone will be able to use Stereo Photo Maker to make stereoviews, especially some Mac users, so I thought I'd write a tutorial to explain how to align images and turn them into a stereocard which can be printed off - all whilst only using Photoshop.
How to Make Your Own Android Smartphone Stereoscopic (3-D) Photos: Basic Tutorial
You don't need expensive cameras or software to make your own stereoscopic 3-D images. It's relatively easy and there's currently a real buzz on social media with people making their own stereoviews with smartphones and sharing them, especially on Instagram, so this tutorial will be keeping this in mind.
How to Use Stereo Photo Maker: Basic Tutorial
A beginner's step-by-step guide to getting started with StereoPhoto Maker, a powerful free tool to help you make your own stereoviews.
How to View Stereoscopic 3-D Images: Free-Viewing and Using Stereoscopes
There are different ways to view images in a stereopair and they all rely on each image being viewed separately by the corresponding eye so your brain can fuse the two 2-D images into one 3-D image.
What is Stereoscopy?
Well, it'd be a bit naughty to start a blog about stereoscopy and not say what it is! In a nutshell: Stereoscopy uses the illusion of depth to create a single 3-D image from two flat images when viewed by each eye separately.







